36. Let the universal set U = {r |x is a non-negative integer}. Let A = {r EU|x is divisible by 6}, B = {r €U| x is divisible by 3} and C = {r E U | x is divisible by 4}. By listing, determine %3D %3D AUC.

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
ChapterCSR: Contents Of Student Resources
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Problem 15.2P
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36. Let the universal set U = {r | x is a non-negative integer}. Let A = {r EU|x is divisible by 6},
{x E u | x is divisible by 3} and C = {r E U | x is divisible by 4}. By listing, determine
B =
AUC.
37. Let the universal set U = {r | x is a non-negative integer}. Let A = {r EU|x is divisible by 6},
{x E U | x is divisible by 3} and C = {r E U | x is divisible by 4}. By listing, determine
B =
%3D
BnC.
38. Let U = (-00, 00), A = [-1,6], B = [-6,2). In interval notation, determine An B.
39. Let U = (-0, 00), A = [-1, 6], B = (-6,2). In interval notation, determine A – B.
Transcribed Image Text:36. Let the universal set U = {r | x is a non-negative integer}. Let A = {r EU|x is divisible by 6}, {x E u | x is divisible by 3} and C = {r E U | x is divisible by 4}. By listing, determine B = AUC. 37. Let the universal set U = {r | x is a non-negative integer}. Let A = {r EU|x is divisible by 6}, {x E U | x is divisible by 3} and C = {r E U | x is divisible by 4}. By listing, determine B = %3D BnC. 38. Let U = (-00, 00), A = [-1,6], B = [-6,2). In interval notation, determine An B. 39. Let U = (-0, 00), A = [-1, 6], B = (-6,2). In interval notation, determine A – B.
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